Question

In Willy Wonka's factory, main task is to assemble sub elements manually. There are eleveu work stations. The dimensions are \( 20 \times 12.5 \mathrm{~m} \). Wi

Answer 1

The total area needed for the eleven work stations in Willy Wonka's factory is calculated by multiplying the area of one station (250 m²) by the number of stations, yielding a total of 2750 m².

Step-by-step explanation:

The question involves calculating the area of a workspace in Willy Wonka's factory. The dimensions of one work station are given as 20 × 12.5 meters. To find the area of one work station, you would multiply the length by the width. Therefore, the area of one station would be:

Area = 20 m × 12.5 m = 250 m²

Since there are eleven work stations, you would then multiply the area of one station by eleven to find the total area:

Total area = Area of one station × Number of stations

= 250 m² × 11 = 2750 m²

So, the total area required for the eleven work stations in Willy Wonka's factory would be 2750 square meters.